Explore zero-knowledge arguments for matrix-vector relations and lattice-based group encryption in this Asiacrypt 2016 conference talk. Delve into the work of Benoît Libert, San Ling, Fabrice Mouhartem, Khoa Nguyen, and Huaxiong Wang as they discuss Group Encryption KTY, previous works on group encryption, and the world of lattice-based cryptography. Learn about lattice-based group signatures, Stern's ideas, and techniques for dealing with quadratic relations. Understand how these concepts come together to form a comprehensive approach to matrix-vector relations and group encryption in the context of lattice-based cryptography.
Zero-Knowledge Arguments for Matrix-Vector Relations and Lattice-Based Group Encryption
Overview
Syllabus
Intro
Group Encryption KTY - AC'07
Previous Works on Group Encryption
In the World of Lattice-Based Crypto...
The Case of Lattice-Based Group Signatures
Stern's Ideas
Dealing with Quadratic Relations: First Step
Dealing with Quadratic Relations: Second Step
How Does It Work?
Putting Everything Together
Taught by
TheIACR
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